analyzing a solution set of a system of inequalities which ordered pairs make both inequalities true? check…

analyzing a solution set of a system of inequalities which ordered pairs make both inequalities true? check all that apply. (-5,5) (0,3) (0,-2) (1,1) (3,-4)

analyzing a solution set of a system of inequalities which ordered pairs make both inequalities true? check all that apply. (-5,5) (0,3) (0,-2) (1,1) (3,-4)

Answer

Explanation:

Step1: Check (-5, 5)

Locate (-5, 5) on the graph. It is not in the overlapping shaded - region of the two inequalities.

Step2: Check (0, 3)

Locate (0, 3) on the graph. It is in the overlapping shaded - region of the two inequalities.

Step3: Check (0, -2)

Locate (0, -2) on the graph. It is not in the overlapping shaded - region of the two inequalities.

Step4: Check (1, 1)

Locate (1, 1) on the graph. It is in the overlapping shaded - region of the two inequalities.

Step5: Check (3, -4)

Locate (3, -4) on the graph. It is not in the overlapping shaded - region of the two inequalities.

Answer:

(0, 3), (1, 1)